{"nbformat":4,"nbformat_minor":0,"metadata":{"colab":{"name":"unsupervised_keyword_extraction_with_YAKE.ipynb","provenance":[],"collapsed_sections":[],"toc_visible":true},"kernelspec":{"name":"python3","display_name":"Python 3"}},"cells":[{"cell_type":"markdown","metadata":{"id":"s4ljYpQNp50r"},"source":["![JohnSnowLabs](https://nlp.johnsnowlabs.com/assets/images/logo.png)\n","\n","[![Open In Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/JohnSnowLabs/nlu/blob/master/examples/colab/component_examples/classifiers/unsupervised_keyword_extraction_with_YAKE.ipynb)\n","\n","\n","# Unsupervised keyword extraction with NLU using the YAKE algorithm\n","\n","We can use the YAKE algorithm to extract keywords from text data.\n","\n","Yake is an Unsupervised, Corpus-Independent, Domain and Language-Independent and Single-Document keyword extraction algorithm.\n","\n"," Yake is a novel feature-based system for multi-lingual keyword extraction, which supports texts of different sizes, domain or languages. Unlike other approaches,  It follows an unsupervised approach which builds upon features extracted from the text, making it thus applicable to documents written in different languages without the need for further knowledge. This can be beneficial for a large number of tasks and a plethora of situations where access to training corpora is either limited or restricted.\n","\n"," \n","\n","\n","# 1. Install Java and NLU"]},{"cell_type":"code","metadata":{"id":"SF5-Z-U4jukd","colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"status":"ok","timestamp":1649990146811,"user_tz":-300,"elapsed":103427,"user":{"displayName":"Gammer Otaku","userId":"18042713576744284398"}},"outputId":"cac9b368-a466-4618-c38d-d6ca45f73612"},"source":["!wget https://setup.johnsnowlabs.com/nlu/colab.sh -O - | bash\n","  \n","\n","import nlu"],"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["--2022-04-15 02:34:01--  https://setup.johnsnowlabs.com/nlu/colab.sh\n","Resolving setup.johnsnowlabs.com (setup.johnsnowlabs.com)... 51.158.130.125\n","Connecting to setup.johnsnowlabs.com (setup.johnsnowlabs.com)|51.158.130.125|:443... connected.\n","HTTP request sent, awaiting response... 302 Moved Temporarily\n","Location: https://raw.githubusercontent.com/JohnSnowLabs/nlu/master/scripts/colab_setup.sh [following]\n","--2022-04-15 02:34:01--  https://raw.githubusercontent.com/JohnSnowLabs/nlu/master/scripts/colab_setup.sh\n","Resolving raw.githubusercontent.com (raw.githubusercontent.com)... 185.199.108.133, 185.199.109.133, 185.199.110.133, ...\n","Connecting to raw.githubusercontent.com (raw.githubusercontent.com)|185.199.108.133|:443... connected.\n","HTTP request sent, awaiting response... 200 OK\n","Length: 1665 (1.6K) [text/plain]\n","Saving to: ‘STDOUT’\n","\n","-                     0%[                    ]       0  --.-KB/s               Installing  NLU 3.4.3rc2 with  PySpark 3.0.3 and Spark NLP 3.4.2 for Google Colab ...\n","-                   100%[===================>]   1.63K  --.-KB/s    in 0.001s  \n","\n","2022-04-15 02:34:01 (1.47 MB/s) - written to stdout [1665/1665]\n","\n","Ign:1 https://developer.download.nvidia.com/compute/cuda/repos/ubuntu1804/x86_64  InRelease\n","Ign:2 https://developer.download.nvidia.com/compute/machine-learning/repos/ubuntu1804/x86_64  InRelease\n","Get:3 https://developer.download.nvidia.com/compute/cuda/repos/ubuntu1804/x86_64  Release [696 B]\n","Get:4 https://cloud.r-project.org/bin/linux/ubuntu bionic-cran40/ InRelease [3,626 B]\n","Hit:5 https://developer.download.nvidia.com/compute/machine-learning/repos/ubuntu1804/x86_64  Release\n","Get:6 https://developer.download.nvidia.com/compute/cuda/repos/ubuntu1804/x86_64  Release.gpg [836 B]\n","Hit:7 http://archive.ubuntu.com/ubuntu bionic InRelease\n","Get:8 http://archive.ubuntu.com/ubuntu bionic-updates InRelease [88.7 kB]\n","Get:9 http://security.ubuntu.com/ubuntu bionic-security InRelease [88.7 kB]\n","Get:10 http://ppa.launchpad.net/c2d4u.team/c2d4u4.0+/ubuntu bionic InRelease [15.9 kB]\n","Get:11 http://archive.ubuntu.com/ubuntu bionic-backports InRelease [74.6 kB]\n","Hit:13 http://ppa.launchpad.net/cran/libgit2/ubuntu bionic InRelease\n","Get:14 https://developer.download.nvidia.com/compute/cuda/repos/ubuntu1804/x86_64  Packages [953 kB]\n","Get:15 http://ppa.launchpad.net/deadsnakes/ppa/ubuntu bionic InRelease [15.9 kB]\n","Get:16 http://archive.ubuntu.com/ubuntu bionic-updates/universe amd64 Packages [2,268 kB]\n","Hit:17 http://ppa.launchpad.net/graphics-drivers/ppa/ubuntu bionic InRelease\n","Get:18 http://ppa.launchpad.net/c2d4u.team/c2d4u4.0+/ubuntu bionic/main Sources [1,947 kB]\n","Get:19 http://security.ubuntu.com/ubuntu bionic-security/universe amd64 Packages [1,490 kB]\n","Get:20 http://archive.ubuntu.com/ubuntu bionic-updates/main amd64 Packages [3,134 kB]\n","Get:21 http://security.ubuntu.com/ubuntu bionic-security/main amd64 Packages [2,695 kB]\n","Get:22 http://ppa.launchpad.net/c2d4u.team/c2d4u4.0+/ubuntu bionic/main amd64 Packages [996 kB]\n","Get:23 http://ppa.launchpad.net/deadsnakes/ppa/ubuntu bionic/main amd64 Packages [45.3 kB]\n","Fetched 13.8 MB in 4s (3,189 kB/s)\n","Reading package lists... Done\n","tar: spark-3.0.2-bin-hadoop2.7.tgz: Cannot open: No such file or directory\n","tar: Error is not recoverable: exiting now\n","\u001b[K     |████████████████████████████████| 209.1 MB 57 kB/s \n","\u001b[K     |████████████████████████████████| 142 kB 56.6 MB/s \n","\u001b[K     |████████████████████████████████| 505 kB 67.9 MB/s \n","\u001b[K     |████████████████████████████████| 198 kB 68.1 MB/s \n","\u001b[?25h  Building wheel for pyspark (setup.py) ... \u001b[?25l\u001b[?25hdone\n","Collecting nlu_tmp==3.4.3rc10\n","  Downloading nlu_tmp-3.4.3rc10-py3-none-any.whl (510 kB)\n","\u001b[K     |████████████████████████████████| 510 kB 6.8 MB/s \n","\u001b[?25hRequirement already satisfied: pandas>=1.3.5 in /usr/local/lib/python3.7/dist-packages (from nlu_tmp==3.4.3rc10) (1.3.5)\n","Requirement already satisfied: pyarrow>=0.16.0 in /usr/local/lib/python3.7/dist-packages (from nlu_tmp==3.4.3rc10) (6.0.1)\n","Requirement already satisfied: dataclasses in /usr/local/lib/python3.7/dist-packages (from nlu_tmp==3.4.3rc10) (0.6)\n","Requirement already satisfied: spark-nlp<3.5.0,>=3.4.2 in /usr/local/lib/python3.7/dist-packages (from nlu_tmp==3.4.3rc10) (3.4.2)\n","Requirement already satisfied: numpy in /usr/local/lib/python3.7/dist-packages (from nlu_tmp==3.4.3rc10) (1.21.5)\n","Requirement already satisfied: pytz>=2017.3 in /usr/local/lib/python3.7/dist-packages (from pandas>=1.3.5->nlu_tmp==3.4.3rc10) (2018.9)\n","Requirement already satisfied: python-dateutil>=2.7.3 in /usr/local/lib/python3.7/dist-packages (from pandas>=1.3.5->nlu_tmp==3.4.3rc10) (2.8.2)\n","Requirement already satisfied: six>=1.5 in /usr/local/lib/python3.7/dist-packages (from python-dateutil>=2.7.3->pandas>=1.3.5->nlu_tmp==3.4.3rc10) (1.15.0)\n","Installing collected packages: nlu-tmp\n","Successfully installed nlu-tmp-3.4.3rc10\n"]}]},{"cell_type":"markdown","metadata":{"id":"kHtLKNXDtZf5"},"source":["# 2. Load the Yake model and predict some sample keywords"]},{"cell_type":"code","metadata":{"id":"7GJX5d6mjk5j","colab":{"base_uri":"https://localhost:8080/","height":195},"executionInfo":{"status":"ok","timestamp":1649990193675,"user_tz":-300,"elapsed":46887,"user":{"displayName":"Gammer Otaku","userId":"18042713576744284398"}},"outputId":"54b45571-159f-46bb-d40b-e05a98263dd2"},"source":["import nlu\n","keyword_pipe  = nlu.load('yake')\n","keyword_pipe.predict('gotta love the teachers who give exams on the day after halloween')"],"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["sentence_detector_dl download started this may take some time.\n","Approximate size to download 354.6 KB\n","[OK!]\n"]},{"output_type":"execute_result","data":{"text/plain":["                                            document   keywords  \\\n","0  gotta love the teachers who give exams on the ...      gotta   \n","0  gotta love the teachers who give exams on the ...       give   \n","0  gotta love the teachers who give exams on the ...  halloween   \n","\n","   keywords_confidence  \n","0   0.5309364299940568  \n","0   0.6388072684290906  \n","0  0.38901365812444827  "],"text/html":["\n","  <div id=\"df-c9383151-a1b9-41dc-8203-1fa93d2c8088\">\n","    <div class=\"colab-df-container\">\n","      <div>\n","<style scoped>\n","    .dataframe tbody tr th:only-of-type {\n","        vertical-align: middle;\n","    }\n","\n","    .dataframe tbody tr th {\n","        vertical-align: top;\n","    }\n","\n","    .dataframe thead th {\n","        text-align: right;\n","    }\n","</style>\n","<table border=\"1\" class=\"dataframe\">\n","  <thead>\n","    <tr style=\"text-align: right;\">\n","      <th></th>\n","      <th>document</th>\n","      <th>keywords</th>\n","      <th>keywords_confidence</th>\n","    </tr>\n","  </thead>\n","  <tbody>\n","    <tr>\n","      <th>0</th>\n","      <td>gotta love the teachers who give exams on the ...</td>\n","      <td>gotta</td>\n","      <td>0.5309364299940568</td>\n","    </tr>\n","    <tr>\n","      <th>0</th>\n","      <td>gotta love the teachers who give exams on the ...</td>\n","      <td>give</td>\n","      <td>0.6388072684290906</td>\n","    </tr>\n","    <tr>\n","      <th>0</th>\n","      <td>gotta love the teachers who give exams on the ...</td>\n","      <td>halloween</td>\n","      <td>0.38901365812444827</td>\n","    </tr>\n","  </tbody>\n","</table>\n","</div>\n","      <button class=\"colab-df-convert\" onclick=\"convertToInteractive('df-c9383151-a1b9-41dc-8203-1fa93d2c8088')\"\n","              title=\"Convert this dataframe to an interactive table.\"\n","              style=\"display:none;\">\n","        \n","  <svg xmlns=\"http://www.w3.org/2000/svg\" height=\"24px\"viewBox=\"0 0 24 24\"\n","       width=\"24px\">\n","    <path d=\"M0 0h24v24H0V0z\" fill=\"none\"/>\n","    <path d=\"M18.56 5.44l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94zm-11 1L8.5 8.5l.94-2.06 2.06-.94-2.06-.94L8.5 2.5l-.94 2.06-2.06.94zm10 10l.94 2.06.94-2.06 2.06-.94-2.06-.94-.94-2.06-.94 2.06-2.06.94z\"/><path d=\"M17.41 7.96l-1.37-1.37c-.4-.4-.92-.59-1.43-.59-.52 0-1.04.2-1.43.59L10.3 9.45l-7.72 7.72c-.78.78-.78 2.05 0 2.83L4 21.41c.39.39.9.59 1.41.59.51 0 1.02-.2 1.41-.59l7.78-7.78 2.81-2.81c.8-.78.8-2.07 0-2.86zM5.41 20L4 18.59l7.72-7.72 1.47 1.35L5.41 20z\"/>\n","  </svg>\n","      </button>\n","      \n","  <style>\n","    .colab-df-container {\n","      display:flex;\n","      flex-wrap:wrap;\n","      gap: 12px;\n","    }\n","\n","    .colab-df-convert {\n","      background-color: #E8F0FE;\n","      border: none;\n","      border-radius: 50%;\n","      cursor: pointer;\n","      display: none;\n","      fill: #1967D2;\n","      height: 32px;\n","      padding: 0 0 0 0;\n","      width: 32px;\n","    }\n","\n","    .colab-df-convert:hover {\n","      background-color: #E2EBFA;\n","      box-shadow: 0px 1px 2px rgba(60, 64, 67, 0.3), 0px 1px 3px 1px rgba(60, 64, 67, 0.15);\n","      fill: #174EA6;\n","    }\n","\n","    [theme=dark] .colab-df-convert {\n","      background-color: #3B4455;\n","      fill: #D2E3FC;\n","    }\n","\n","    [theme=dark] .colab-df-convert:hover {\n","      background-color: #434B5C;\n","      box-shadow: 0px 1px 3px 1px rgba(0, 0, 0, 0.15);\n","      filter: drop-shadow(0px 1px 2px rgba(0, 0, 0, 0.3));\n","      fill: #FFFFFF;\n","    }\n","  </style>\n","\n","      <script>\n","        const buttonEl =\n","          document.querySelector('#df-c9383151-a1b9-41dc-8203-1fa93d2c8088 button.colab-df-convert');\n","        buttonEl.style.display =\n","          google.colab.kernel.accessAllowed ? 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"]},{"cell_type":"code","metadata":{"id":"WdnY9n1LTmed","colab":{"base_uri":"https://localhost:8080/","height":608},"executionInfo":{"status":"ok","timestamp":1649990483848,"user_tz":-300,"elapsed":133567,"user":{"displayName":"Gammer Otaku","userId":"18042713576744284398"}},"outputId":"0c82d33b-ee6c-4639-88e7-fb70dbf227b0"},"source":["keyword_pipe  = nlu.load('yake')\n","keyword_predictions = keyword_pipe.predict(df['Title'])\n","keyword_predictions.explode('keywords').keywords.value_counts()[0:100].plot.bar(title='Top 100 Keywords in Stack Overflow Questions', figsize=(20,8))"],"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["sentence_detector_dl download started this may take some time.\n","Approximate size to download 354.6 KB\n","[OK!]\n"]},{"output_type":"execute_result","data":{"text/plain":["<matplotlib.axes._subplots.AxesSubplot at 0x7f1c1d35e6d0>"]},"metadata":{},"execution_count":5},{"output_type":"display_data","data":{"text/plain":["<Figure size 1440x576 with 1 Axes>"],"image/png":"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\n"},"metadata":{"needs_background":"light"}}]},{"cell_type":"markdown","metadata":{"id":"fWhCd-z3t8fB"},"source":["# 4. Lets configure the model \n","\n","You can configure the following parameters for YAKE : \n","\n","- setMinNGrams(int) Select the minimum length of a extracted keyword\n","- setMaxNGrams(int) Select the maximum length of a extracted keyword\n","- setNKeywords(int) Extract the top N keywords\n","- setStopWords(list) Set the list of stop words\n","- setThreshold(float) Each keyword will be given a keyword score greater than 0. (Lower the score better the keyword) Set an upper bound for the keyword score from this method.\n","- setWindowSize(int) Yake will construct a co-occurence matrix. You can set the - window size for the cooccurence matrix construction from this method. ex: - windowSize=2 will look at two words to both left and right of a candidate word."]},{"cell_type":"code","metadata":{"id":"bjYUPe4Tt9J9","colab":{"base_uri":"https://localhost:8080/"},"executionInfo":{"status":"ok","timestamp":1649990483858,"user_tz":-300,"elapsed":42,"user":{"displayName":"Gammer Otaku","userId":"18042713576744284398"}},"outputId":"b1aaf087-4fae-440b-ee17-2bf060546f5d"},"source":["keyword_pipe.print_info()"],"execution_count":null,"outputs":[{"output_type":"stream","name":"stdout","text":["The following parameters are configurable for this NLU pipeline (You can copy paste the examples) :\n",">>> component_list['yake_keyword_extraction'] has settable params:\n","component_list['yake_keyword_extraction'].setMinNGrams(1)      | Info: Minimum N-grams a keyword should have | Currently set to : 1\n","component_list['yake_keyword_extraction'].setMaxNGrams(3)      | Info: Maximum N-grams a keyword should have | Currently set to : 3\n","component_list['yake_keyword_extraction'].setNKeywords(3)      | Info: Number of Keywords to extract | Currently set to : 3\n","component_list['yake_keyword_extraction'].setWindowSize(3)     | Info: Window size for Co-Occurrence | Currently set to : 3\n","component_list['yake_keyword_extraction'].setThreshold(-1.0)   | Info: Keyword Score threshold | Currently set to : -1.0\n","component_list['yake_keyword_extraction'].setStopWords(['i', 'me', 'my', 'myself', 'we', 'our', 'ours', 'ourselves', 'you', 'your', 'yours', 'yourself', 'yourselves', 'he', 'him', 'his', 'himself', 'she', 'her', 'hers', 'herself', 'it', 'its', 'itself', 'they', 'them', 'their', 'theirs', 'themselves', 'what', 'which', 'who', 'whom', 'this', 'that', 'these', 'those', 'am', 'is', 'are', 'was', 'were', 'be', 'been', 'being', 'have', 'has', 'had', 'having', 'do', 'does', 'did', 'doing', 'a', 'an', 'the', 'and', 'but', 'if', 'or', 'because', 'as', 'until', 'while', 'of', 'at', 'by', 'for', 'with', 'about', 'against', 'between', 'into', 'through', 'during', 'before', 'after', 'above', 'below', 'to', 'from', 'up', 'down', 'in', 'out', 'on', 'off', 'over', 'under', 'again', 'further', 'then', 'once', 'here', 'there', 'when', 'where', 'why', 'how', 'all', 'any', 'both', 'each', 'few', 'more', 'most', 'other', 'some', 'such', 'no', 'nor', 'not', 'only', 'own', 'same', 'so', 'than', 'too', 'very', 's', 't', 'can', 'will', 'just', 'don', 'should', 'now', \"i'll\", \"you'll\", \"he'll\", \"she'll\", \"we'll\", \"they'll\", \"i'd\", \"you'd\", \"he'd\", \"she'd\", \"we'd\", \"they'd\", \"i'm\", \"you're\", \"he's\", \"she's\", \"it's\", \"we're\", \"they're\", \"i've\", \"we've\", \"you've\", \"they've\", \"isn't\", \"aren't\", \"wasn't\", \"weren't\", \"haven't\", \"hasn't\", \"hadn't\", \"don't\", \"doesn't\", \"didn't\", \"won't\", \"wouldn't\", \"shan't\", \"shouldn't\", \"mustn't\", \"can't\", \"couldn't\", 'cannot', 'could', \"here's\", \"how's\", \"let's\", 'ought', \"that's\", \"there's\", \"what's\", \"when's\", \"where's\", \"who's\", \"why's\", 'would'])  | Info: the words to be filtered out. by default it's english stop words from Spark ML | Currently set to : ['i', 'me', 'my', 'myself', 'we', 'our', 'ours', 'ourselves', 'you', 'your', 'yours', 'yourself', 'yourselves', 'he', 'him', 'his', 'himself', 'she', 'her', 'hers', 'herself', 'it', 'its', 'itself', 'they', 'them', 'their', 'theirs', 'themselves', 'what', 'which', 'who', 'whom', 'this', 'that', 'these', 'those', 'am', 'is', 'are', 'was', 'were', 'be', 'been', 'being', 'have', 'has', 'had', 'having', 'do', 'does', 'did', 'doing', 'a', 'an', 'the', 'and', 'but', 'if', 'or', 'because', 'as', 'until', 'while', 'of', 'at', 'by', 'for', 'with', 'about', 'against', 'between', 'into', 'through', 'during', 'before', 'after', 'above', 'below', 'to', 'from', 'up', 'down', 'in', 'out', 'on', 'off', 'over', 'under', 'again', 'further', 'then', 'once', 'here', 'there', 'when', 'where', 'why', 'how', 'all', 'any', 'both', 'each', 'few', 'more', 'most', 'other', 'some', 'such', 'no', 'nor', 'not', 'only', 'own', 'same', 'so', 'than', 'too', 'very', 's', 't', 'can', 'will', 'just', 'don', 'should', 'now', \"i'll\", \"you'll\", \"he'll\", \"she'll\", \"we'll\", \"they'll\", \"i'd\", \"you'd\", \"he'd\", \"she'd\", \"we'd\", \"they'd\", \"i'm\", \"you're\", \"he's\", \"she's\", \"it's\", \"we're\", \"they're\", \"i've\", \"we've\", \"you've\", \"they've\", \"isn't\", \"aren't\", \"wasn't\", \"weren't\", \"haven't\", \"hasn't\", \"hadn't\", \"don't\", \"doesn't\", \"didn't\", \"won't\", \"wouldn't\", \"shan't\", \"shouldn't\", \"mustn't\", \"can't\", \"couldn't\", 'cannot', 'could', \"here's\", \"how's\", \"let's\", 'ought', \"that's\", \"there's\", \"what's\", \"when's\", \"where's\", \"who's\", \"why's\", 'would']\n",">>> component_list['tokenizer'] has settable params:\n","component_list['tokenizer'].setTargetPattern('\\S+')            | Info: pattern to grab from text as token candidates. Defaults \\S+ | Currently set to : \\S+\n","component_list['tokenizer'].setContextChars(['.', ',', ';', ':', '!', '?', '*', '-', '(', ')', '\"', \"'\"])  | Info: character list used to separate from token boundaries | Currently set to : ['.', ',', ';', ':', '!', '?', '*', '-', '(', ')', '\"', \"'\"]\n","component_list['tokenizer'].setCaseSensitiveExceptions(True)   | Info: Whether to care for case sensitiveness in exceptions | Currently set to : True\n","component_list['tokenizer'].setMinLength(0)                    | Info: Set the minimum allowed legth for each token | Currently set to : 0\n","component_list['tokenizer'].setMaxLength(99999)                | Info: Set the maximum allowed legth for each token | Currently set to : 99999\n",">>> component_list['document_assembler'] has settable params:\n","component_list['document_assembler'].setCleanupMode('shrink')  | Info: possible values: disabled, inplace, inplace_full, shrink, shrink_full, each, each_full, delete_full | Currently set to : shrink\n"]}]},{"cell_type":"markdown","metadata":{"id":"j2sKSJnJumGl"},"source":["## 4.1 Lets configure the Yake model to give us 5 Keywords instead of 3"]},{"cell_type":"code","metadata":{"id":"IoqUSGNUulch","colab":{"base_uri":"https://localhost:8080/","height":598},"executionInfo":{"status":"ok","timestamp":1649991247976,"user_tz":-300,"elapsed":135959,"user":{"displayName":"Gammer Otaku","userId":"18042713576744284398"}},"outputId":"aafa66ce-71ec-4e53-dd18-26ebd33366cb"},"source":["keyword_pipe['yake_keyword_extraction'].setNKeywords(3) \n","keyword_predictions = keyword_pipe.predict(df['Title'])\n","keyword_predictions\n","keyword_predictions.explode('keywords').keywords.value_counts()[0:100].plot.bar(title='Count of top 100 predicted keywords with new parameters.', figsize=(20,8))\n"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["<matplotlib.axes._subplots.AxesSubplot at 0x7f1c1d754610>"]},"metadata":{},"execution_count":8},{"output_type":"display_data","data":{"text/plain":["<Figure size 1440x576 with 1 Axes>"],"image/png":"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\n"},"metadata":{"needs_background":"light"}}]},{"cell_type":"markdown","metadata":{"id":"mpoXJLoPvDBf"},"source":["## 4.2 Lets have some fun and play with YAKES parameters ad  configure min,max N gram and window size and see how our plot differs from before!\n","\n","This is definetly fun and yields some interesting results.     \n","\n","Have fun playing around!"]},{"cell_type":"code","metadata":{"id":"6sGuv07quMLY","colab":{"base_uri":"https://localhost:8080/","height":782},"executionInfo":{"status":"ok","timestamp":1649991485311,"user_tz":-300,"elapsed":237355,"user":{"displayName":"Gammer Otaku","userId":"18042713576744284398"}},"outputId":"f7e60a41-9765-45ea-b309-769c5e647636"},"source":["keyword_pipe['yake_keyword_extraction'].setMinNGrams(5)   \n","keyword_pipe['yake_keyword_extraction'].setNKeywords(10) \n","keyword_pipe['yake_keyword_extraction'].setMaxNGrams(10)  \n","keyword_pipe['yake_keyword_extraction'].setWindowSize(6)\n","keyword_predictions = keyword_pipe.predict(df['Title'])\n","keyword_predictions.explode('keywords').keywords.value_counts()[0:100].plot.bar(title='Count of top 100 predicted keywords with new parameters.', figsize=(20,8))\n"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["<matplotlib.axes._subplots.AxesSubplot at 0x7f1bfc8f7410>"]},"metadata":{},"execution_count":9},{"output_type":"display_data","data":{"text/plain":["<Figure size 1440x576 with 1 Axes>"],"image/png":"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\n"},"metadata":{"needs_background":"light"}}]},{"cell_type":"code","metadata":{"id":"3NP9IAx0nIkw","colab":{"base_uri":"https://localhost:8080/","height":555},"executionInfo":{"status":"ok","timestamp":1649991799431,"user_tz":-300,"elapsed":149175,"user":{"displayName":"Gammer Otaku","userId":"18042713576744284398"}},"outputId":"dca472ad-fdb9-41a1-d5b4-a6fae2471578"},"source":["keyword_pipe['yake_keyword_extraction'].setMinNGrams(1)   \n","keyword_pipe['yake_keyword_extraction'].setNKeywords(3) \n","keyword_pipe['yake_keyword_extraction'].setMaxNGrams(5)  \n","keyword_pipe['yake_keyword_extraction'].setWindowSize(6)\n","keyword_predictions = keyword_pipe.predict(df['Title'])\n","keyword_predictions.explode('keywords').keywords.value_counts()[0:100].plot.bar(title='Count of top 100 predicted keywords with new parameters.', figsize=(20,8))\n"],"execution_count":null,"outputs":[{"output_type":"execute_result","data":{"text/plain":["<matplotlib.axes._subplots.AxesSubplot at 0x7f1c128627d0>"]},"metadata":{},"execution_count":11},{"output_type":"display_data","data":{"text/plain":["<Figure size 1440x576 with 1 Axes>"],"image/png":"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\n"},"metadata":{"needs_background":"light"}}]},{"cell_type":"code","metadata":{"id":"h6kgf8LpvoVC"},"source":[""],"execution_count":null,"outputs":[]}]}